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Started by on , 15 posts by 4 people.  
So I am going to bid on chibi style 1 and I'll start with 150k how does that sound? Chibi 2 Hidden Machine I love your chibi 2 style I'll raise the bid to 250k Chibi 3 mynx the sacred one chibi 3 500k? :3 Chibi 2 Affiliates [url....
If x^2+y^2=1, is x+y=1 ? (1) xy=0 (2) y=0 [Reveal] Spoiler: OA E Last edited by Bunuel on Thu May 17, 2012 1:19 am, edited 1 time in total. Edited the OA
Started by on , 15 posts by 8 people.  
Today I came a cross an article by Eric Lippert where he was trying to clear the myth between the operators precedence and the order of evaluation. At the end there were two code snippets that got me confused, here is the first snippet: int[] arr = {0...
Started by on , 6 posts by 6 people.  
Retrieve the value of arr[(result of #2)] which is arr[0], which (per #3 words, for any expression E, E++ (if legal) represents something like (pseudo-code): T tmp = E; E += 1....
The value of arr[0] to 1.
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Find lim([e^x sinx -(x+x^2)]/x^3) when x Approaching to 0?
Started by on , 2 posts by 2 people.  
Answer Snippets (Read the full thread at yahoo):
0)=e^xsinx+e^xcosx-((1+2x).x^3-(x+x^2)3x… when x approaches 0 you are only left with e^xcosx....
Use L'Hospital's rule and differentiate lim(x approaching 0) (e^xsinx-(x+x^2)/x^3 f'(x)(x approach.
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Started by on , 1 posts by 1 people.  
How to solve the IVP y'''(t) + y'(t) = exp(t) using Laplace Transform with y(0)=y'(0)=y''(0)=0? where y'''(t) means differentiate y(t) three times. Thanks for the help!!
Started by on , 2 posts by 2 people.  
Answer Snippets (Read the full thread at yahoo):
Solve for Y(s): (s^3 yields y(t) = (1/6) [3e^t - e^(-t) - 2e^(t/2) cos(t√3/2) - 3e^(t/2) * (2/√3) sin(t√3/2)] = (1/6) [3e^t - e^(-t....
Apply L to both sides: [s^3 Y(s) - 0s^2 - 0s - 0] + [s Y(s) - 0] = 1/(s - 1).
How to solve the IVP y''(t) + 2y'(t) + 5y(t) = exp(-t)sin(t) using Laplace Transform with y(0)=0 and y'(0)=0? I arrive at Y(s) = 1[(s²+2s+5)((s+a)²+1)] + 1/(s²+2s+5), here, is it I need to split the first fraction on the right hand side of equation into...
Started by on , 2 posts by 2 people.  
Answer Snippets (Read the full thread at yahoo):
So, y(t) = (1/3) [e^(-t) sin t - e^(-t) * (1/2) sin(2t)] = (1/6) e^(-t) (2 ....
Solving)], by straightforward algebra.
Applying L to both sides: [s² Y(s) - 0s - 0] + 2[s Y(s) - 0] + 5 Y(s) = 1/((s+1)² + 1).
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Started by on , 15 posts by 14 people.  
B-E-A utiful Laced Wit Hash' likes this.
It the right way.
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Take say 8 ssd drives - create two hardware raid-0 across them. create 8 logical drives across them (like short stroking i guess) then software raid-0 on windows server (data drive)? Would the ability to dispatch threads against the 8 logical drives (...
Started by on , 3 posts by 2 people.  
Or is the sheer speed of modern SSD and the lack (of speed) of raid .
Say F: is tempdb, and G: is log and and E: is database - wouldn't it be slick if you could say G: gets priority over F: over E:.
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